{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0a090996",
   "metadata": {},
   "source": [
    "# 凯泽窗"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "91dc1470",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#导入使用的库\n",
    "import numpy as np\n",
    "from scipy import signal,fft\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import MaxNLocator\n",
    "\n",
    "#计算凯泽窗的wn值和幅度响应\n",
    "N = 51 #凯泽窗长度\n",
    "wn = signal.windows.kaiser(N,14) #凯泽窗的wn值\n",
    "N0 = 2048;N1 = int(N0/2)\n",
    "Ha = np.abs(fft.fft(wn,N0))+1e-10;Ha = Ha/np.max(Ha)\n",
    "Ar = 20*np.log10(Ha);freq = np.linspace(0,1,N1)\n",
    "\n",
    "#绘制凯泽窗\n",
    "fig,ax = plt.subplots();ax.stem(wn,basefmt=\"\")\n",
    "ax.set_title('凯泽窗(πa = 14)');ax.set_xlabel('n');ax.set_ylim([0,1.5])\n",
    "plt.rcParams['font.sans-serif']=['SimHei'] #用来正常显示中文标签\n",
    "fig.savefig('./win_kaiser1.png',dpi=500)\n",
    "\n",
    "#绘制凯泽窗的幅度响应\n",
    "fig,ax = plt.subplots();ax.plot(freq,Ar[:N1]);ax.grid()\n",
    "ax.set_title('凯泽窗的幅度响应(πa = 14)');ax.set_xlabel('k')\n",
    "ax.set_xlabel(r'$ \\omega / \\pi $')\n",
    "ax.set_ylabel(r'$ 20log_{10}| H ( \\omega ) | $')\n",
    "ax.set_xlim([0,1]);ax.set_ylim([-150,1])\n",
    "ax.xaxis.set_major_locator(MaxNLocator(11))\n",
    "ax.yaxis.set_major_locator(MaxNLocator(16))\n",
    "plt.rcParams['axes.unicode_minus'] = False #用来显示负号\n",
    "fig.savefig('./win_kaiser2.png',dpi=500)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "df1cf544",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
